Computing Heat Transfer Coefficients for Industrial Quenching Processes

ASM Proceedings: Heat Treating

Volumn , Issue , 1999, Pages 325-334

  Smith, D E ^a  

^a Department of Metallurgical and Materials Engineering   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

MOLTEN SALT; STEEL COMPONENTS;

CARBON STEEL; COMPUTATIONAL GEOMETRY; COMPUTATIONAL METHODS; COMPUTER SIMULATION; COOLING; FINITE ELEMENT METHOD; INDUSTRIAL ENGINEERING; INVERSE PROBLEMS; MOLTEN MATERIALS; QUENCHING; SALTS; THERMAL CONDUCTIVITY; THERMOCOUPLES;

HEAT TRANSFER COEFFICIENTS;

EID: 1442278317     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (32)

1. Dowling, W.E., T. Pattock, B.L. Ferguson, D. Shick, Y.H. Gu, and M. Howes. Development of a Carburizing and Quenching Simulation Tool: Program Overview. In 2nd Int. Conference on Quenching and Control of Distortion, pages 349-355. ASM International, 1996.
2. Shick, D., D.R. Chenoweth, N. Palle, C. Mack, W. Copple, W.T. Lee, W. Elliot, J. Park, G.M. Ludka, R. Lenarduzzi, H. Walton, and M. Howes. Development of a Carburizing and Quenching Simulation Tool: Determination of Heat Transfer Boundary Conditions in Salt. In 2nd Int. Conference on Quenching and Control of Distortion, pages 357-366. ASM International, 1996.
3. Beck, J.V., B. Blackwell, and C.R. St. Clair. Inverse Heat Conduction: Ill-Posed Problems. Wiley-Interscience, New York, 1985.
4. Schnur, D.S. and N. Zabaras. Finite Element Solution of Two-Dimensional Inverse Elasticity Problems Using Spatial Smoothing. Int. Jn. for Numerical Methods in Engineering, 30:57-75, 1990.
5. Zabaras, N. Inverse Finite Element Techniques for the Analysis of Solidification Processes. Int. Jn. for Numerical Methods in Engineering, 26:1569-1587, 1990.
6. Nishmoura, D. and S. Kobayashi. A Boundary Integral Equation Method for An Inverse Problem Related to Crack Detection. Int. Jn. for Numerical Methods in Engineering, 32:1371-1387, 1991.
7. Sakagami, T., S. Kubo, and K. Ohji. Crack Identification by the Electric Potential CT Inverse Analysis Incorporating Optimization Techniques. Engineering Analysis with Boundary Elements, 7(2):59-65, 1990.
8. Jarny, Y., N. Özişik, and J.P. Bardon. A General Optimization Method Using Adjoint Equation for Solving Multidimentional Inverse Heat Conduction. Int. Jn. of Heat and Mass Transfer, 34(11):2911-2919, 1991.
9. Tikhnov, A.N. and V.Y. Arsenini. Solution of Ill-Posed Problems. V.H. Winston and Sons, Washington, 1977.
10. Alifanov, O.M. and E.A. Artyukhin. Regularized Numerical Solution of Nonlinear Inverse Heat Conduction Problem. Jn. of Engineering Physics, 29(1):934-938, 1975.
11. Alifanov, O.M. and V.V. Mikhailov. Solution of the Nonlinear Inverse Thermal Conductivity Problem by the Iteration Method. Jn. of Engineering Physics, 35(6):1501-1506, 1978.
12. Beck, J.V. and D.A. Murio. Combined Function Specification-Regularization Procedure for Solution of Inverse Heat Conduction Problem. AIAA Jn., 24:180-185, 1986.
13. Krutz, G.W., R.J. Schoenhals, and P.S. Hore. Application of the Finite Element Method to the Inverse Conduction Problem. Numerical Heat Transfer, 1:489-498, 1978.
14. Bass, B.R. Application of the Finite Element Method to the Nonlinear Inverse Heat Conduction Problem. ASME Jn. of Engineering for Industry, 102:168-176, 1980.
15. Hsu, T.R., N.S. Sun, G.G. Chen, and Z.L. Gong. Finite Element Formulation for Two-Dimensional Inverse Heat Conduction Analysis. Jn. of Heat Transfer, 114:553-557, 1978.
16. Scheuing, J. E. and D. A. Tortorelli. Inverse Heat Conduction Problem Solutions Via Second-Order Design Sensitivities and Newton's Method. Inverse Problems in Engineering, 2(1):227-262, 1996.
17. Dorai, G.A. and D. A. Tortorelli. Transient Inverse Heat Conduction Problem Solutions Via Newton's Method. Int. Jn. of Heat and Mass Transfer, 40(17):4115-4127, 1997.
18. Mackerle, J. and M. Tanaka. Inverse Problems and Finite Element/Boundary Element Techniques. A Bibliography with Short Abstracts. Engineering Analysis with Boundary Elements, 7(1):3-12, 1990.
19. Holman, J.P. Heat Transfer. McGraw-Hill, New York, fifth edition, 1981.
20. Bathe, K. J. Finite Element Procedures in Engineering Analysis. Prentice-Hall, Englewood Cliffs, NJ, 1982.
21. Heat Treating, ASM Handbook, Vol. 4. ASM International, Meterials Park, OH, 1991.
22. Sjostrom, S. The Calculation of Quench Stresses in Steel. PhD thesis, Linkoping University, Linkoping, Sweden, 1982.
23. Lusk, M.T. and Y.K. Lee. A Global Material Model for Simulating the Transformation Kinetics of Low Alloy Steels. In Lendvai, J. and T. Réti, editors, Heat Treatment and Surface Engineering of Light Alloys, Proceedings of the 7th Int. Seminar of IFHT, Budapest, Hungary, pages 273-282, September 15-17, 1999.
24. Jou, H.J., M.T. Lusk, and G. Krauss. A State Variable Model for Multi-Phase Transformation Kinetics. Part I: Theoretical Development and Initial Application, to appear, 1999.
25. Bammann, D., V. Prantil, A. Kumar, J. Lathrop, D. Mosher, M. Callabresi, H.J. Jou, M. Lusk, G. Krauss, B. Elliott, G. Ludtka, T. Lowe, B. Dowling, D. Shick, and D. Nikkel. Development of a Carburizing and Quenching Simulation Tool: A Material Model for Carburizing Steels Undergoing Phase Transformations. In 2nd Int. Conference on Quenching and Control of Distortion, pages 367-375. ASM International, 1996.
26. Anderson, C., P. Goldman, P. Rangaswamy, G. Petrus, L. Ferguson, D. Nikkel, Jr., J. Lathrop, J. Keeney, G. Aramayo, M. McKenzie, and N. Palle. Development of a Carburizing and Quenching Simulation Tool: Numerical Simulation of Rings and Gears. In 2nd Int. Conference on Quenching and Control of Distortion, pages 376-382. ASM International, 1996.
27. Smith, D.E. Design Optimization, volume 20 of ASM Handbook, Materials Selection and Design, pages 774-780. ASM International, Meterials Park, OH, 1997.
28. Alifanov, O.M. Solution of an Inverse Problem of Heat Conduction by Iteration Methods. Jn. of Engineering Physics, 26(4):471-476, 1974.
29. Vanderplaats, G. N. Numerical Optimization Techniques for Engineering Design. Vanderplaats Research and Development, Inc., Colorado Springs, CO, 3rd edition, 1999.
30. Hazelrigg, G.A. Systems Engineering: An Approach to Information-Based Design. Prentice Hall, Upper Saddle River, NJ, 1996.
31. ABAQUS 5.8. Hibbit, Karlsson and Sorensen, Inc., Pawtucket, RI, 1998.
32. VMA Engineering. DOT User's Manual, Version 3.00. Vanderplaats, Miura and Associates, Inc., Goleta, CA, 1992.